{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# ***Introduction to Radar Using Python and MATLAB***\n",
    "## Andy Harrison - Copyright (C) 2019 Artech House\n",
    "<br/>\n",
    "\n",
    "# Coherent Detector\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The in-phase and quadrature signal components from a coherent detector may be written as (Equation 5.13)\n",
    "\n",
    "$$\n",
    "    x(t) = a(t) \\cos(2\\pi f_0 t) \\cos(\\phi(t)) - a(t) \\sin(2 \\pi f_0 t) \\sin(\\phi(t))\n",
    "     = X_I(t) \\cos(2 \\pi f_0 t) - X_Q \\sin(2 \\pi f_0 t)\n",
    "$$\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Begin by setting the library path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import lib_path"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the sampling frequency (Hz), the start frequency (Hz), the end frequency (Hz), the amplitude modulation frequency (Hz) and amplitude (relative) for the sample signal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "sampling_frequency = 100\n",
    "\n",
    "start_frequency = 4\n",
    "\n",
    "end_frequency = 25\n",
    "\n",
    "am_amplitude = 0.1\n",
    "\n",
    "am_frequency = 9"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the bandwidth (Hz) and center frequency (Hz)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "bandwidth = end_frequency - start_frequency\n",
    "\n",
    "center_frequency = 0.5 * bandwidth + start_frequency"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set up the waveform"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "from numpy import arange, sin\n",
    "\n",
    "from scipy.constants import pi\n",
    "\n",
    "from scipy.signal import chirp\n",
    "\n",
    "time = arange(sampling_frequency) / sampling_frequency\n",
    "\n",
    "if_signal = chirp(time, start_frequency, time[-1], end_frequency)\n",
    "\n",
    "if_signal *= (1.0 + am_amplitude * sin(2.0 * pi * am_frequency * time))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set up the keyword args"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "kwargs = {'if_signal': if_signal,\n",
    "          \n",
    "          'center_frequency': center_frequency,\n",
    "\n",
    "          'bandwidth': bandwidth,\n",
    "\n",
    "          'sample_frequency': sampling_frequency,\n",
    "\n",
    "          'time': time}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the baseband in-phase and quadrature signals"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "from Libs.receivers import coherent_detector\n",
    "\n",
    "i_signal, q_signal = coherent_detector.iq(**kwargs)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Use the `matplotlib` routines to display the results"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x1faf26b8d30>"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib import pyplot as plt\n",
    "\n",
    "from numpy import real, imag\n",
    "\n",
    "\n",
    "# Set the figure size\n",
    "\n",
    "plt.rcParams[\"figure.figsize\"] = (15, 10)\n",
    "\n",
    "\n",
    "# Display the results\n",
    "\n",
    "plt.plot(time, real(i_signal), '', label='In Phase')\n",
    "\n",
    "plt.plot(time, real(q_signal), '-.', label='Quadrature')\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('Coherent Detector', size=14)\n",
    "\n",
    "plt.xlabel('Time (s)', size=12)\n",
    "\n",
    "plt.ylabel('Amplitude (V)', size=12)\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "# Show the legend\n",
    "\n",
    "plt.legend(loc='upper right', prop={'size': 10})"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
